Find the inverse of the matrix A = [2 5; 1 3]. a. [3 -5; -1 2] b. [3 -1; -5 2] c. [2 -5; 1 3] d. [3 1; -5 2]

Find the inverse of matrix B = [[2, 1], [5, 3]]

If the matrix is invertible, find its inverse:A = .−1 2 −32 1 04 −2 5

What is the inverse of a 2x2 matrix A = [[a, b], [c, d]]?a.1/(ad-bc) * [[a, b], [c, d]]b.1/(ad+bc) * [[a, -b], [-c, d]]c.1/(ad+bc) * [[d, b], [c, a]]d.1/(ad-bc) * [[d, -b], [-c, a]]

compute the inverse B of the matrix, A=(13 11 9 12, 11 6 3 10, 17 8 10 9, 33 6 1 2)

The inverse of the function {(1,3),(2,1),(4,5)} isA.{(3,1),(2,1)(4,5)}{(3,1),(2,1)(4,5)}B.{(1,3),(2,1)(5,4)}{(1,3),(2,1)(5,4)}C.{(3,1),(1,2)(5,4)}{(3,1),(1,2)(5,4)}D.{(3,1),(2,1)(5,4)}{(3,1),(2,1)(5,4)}